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Hello! Your code is great! This is sufficient for DOA estimation of linear array. But I am currently studying the 2d-music algorithm of rectangular array. Have you started to study and use it? At present, the angle range of elevation angle is [0,90], and the azimuth angle range is [- 180180]. I don't understand how to deal with these angles in music-2d algorithm? Thank you for your answer
The text was updated successfully, but these errors were encountered:
Hello, @LCMYNAME
We haven't implemented music-2d algorithm, there's an existing implementation & paper from its original author that you can look through.
My understanding of this process that you have the same solution as in 1d case: two axis (x&y) where you calculate angle, then having two angles, gives you the same information as in polar coordinate system.
The MUSIC uses 2d optimization procedure with several pairs of angle coordinates as input, then find the best suitable. The only difference is the increased scale of optimization process & different coordinates.
My advice will be to thoroughly draw all your coordinate systems and locators orientation. Conversion between coordinate systems is simple but a bit confusing and messy.
I would like to ask you how to estimate elevation and azimuth when using rectangular antenna array? Using 1d-music algorithm to estimate elevation and azimuth respectively?
Hello! Your code is great! This is sufficient for DOA estimation of linear array. But I am currently studying the 2d-music algorithm of rectangular array. Have you started to study and use it? At present, the angle range of elevation angle is [0,90], and the azimuth angle range is [- 180180]. I don't understand how to deal with these angles in music-2d algorithm? Thank you for your answer
The text was updated successfully, but these errors were encountered: